Greek student going for grad studies in USA

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A freshman studying physics at the University of Patras in Greece seeks advice on the likelihood of gaining admission to prestigious U.S. universities like MIT, Princeton, Berkeley, and CalTech in three years. Current grades range from 3.2 to 3.7 out of 4.0, and the student has strong recommendations. Responses emphasize that while the student is still early in their academic journey and should explore various interests, improving grades is essential for competitive applications. Research experience is highlighted as a critical factor for admission, though concerns are raised about the lack of undergraduate research opportunities in Greek universities. Historical examples from a Turkish university illustrate that high GPAs and GRE scores significantly enhance admission chances, with scores above 3.7 and strong Physics GRE results being particularly important. Overall, the discussion encourages the student to focus on academic performance and seek research opportunities, while also acknowledging the challenges posed by their current educational environment.
kostas230
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Hi, I'm freshman studying physics in the University of Patras (an unknown but demanding unversity but in Greece). My grades are good (3.2-3.7/4.0) and I have excellent recommendations. I just want to know what are the odds of getting into a great university in the USA (MIT, Princeton, Berkeley, CalTech etc) in 3 years from now. Thanks in advance :)
 
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Hello!

First off, you're still a freshman. Don't worry about grad school just yet! College is for more than finding what you want to do immediately and getting tunnel vision. You may decide to go into a different field entirely, or possibly not want to do grad school at all (and from what I understand, grad school may get interrupted by mandatory military service).

Those are fine grades for now, but you'll need to boost them a little. The most important thing for getting into grad school is research experience, so try to find a professor who will let you conduct research with them. It's a great way to get extra experience in the field and to discover if that's what you want to do.
 
Well, thing is that in Greek universities research where undergraduates are involved is almost non-existant and that's what's worrying me...
 
kostas230 said:
Well, thing is that in Greek universities research where undergraduates are involved is almost non-existant and that's what's worrying me...

the same situation in Turkey.
3.2 is not sufficient for MIT, princeton, caltech, etc. but 3.7 may be OK.
you need a high PhysicsGRE score, too.
your English is excellent. don't worry about TOEFL score.

I have a Bs degree in physics from by far the best university of Turkey. (bogazici university, 1988)
as far as I remember;

In 1988, a ME-phys double major student with 3.82 GPA and 91 percent PhysicsGRE score was accepted by princeton physics departmet with full financial aid.
he was the best of both engineering students and science students in our university.
in other words, he was the best student of the best university of Turkey.

in 1985, a physics student, in our university, with about 3.6 or 3.7 GPA and 98 percent physGRE score was accepted by Caltech with full financial aid.

in 1982, a physics sudent in our university was accepted by MIT with full financial aid but I don't have any information about his GPA and GRE scores.

when I visit the website of phys department of our university: (physics department of bogazici university)
I see, today, we have two profesors with PhD's from MIT. ( one of them part-time)
and one proffessor with a PhD from Caltech.

best wishes and good luck! :)
 
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Thanks guys! Really appreciate the help. :)
 
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Yesterday, 9/5/2025, when I was surfing, I found an article The Schwarzschild solution contains three problems, which can be easily solved - Journal of King Saud University - Science ABUNDANCE ESTIMATION IN AN ARID ENVIRONMENT https://jksus.org/the-schwarzschild-solution-contains-three-problems-which-can-be-easily-solved/ that has the derivation of a line element as a corrected version of the Schwarzschild solution to Einstein’s field equation. This article's date received is 2022-11-15...

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